Perhaps I did that calculations wrong but, I did 27' x 37' x 7 = 6,993 but the pool is pretty large and that number seems a bit off to me.
We need the width of the stairs and the width of the slope. 
*edit. Or either one to subtract to find the other
*edit. Or either one to subtract to find the other
- Apr 10, 2018
- 6,331
- Pool Size
- 18375
- Surface
- Plaster
- Chlorine
- Salt Water Generator
- SWG Type
- CircuPool RJ-45 Plus
Your formula gives you cubic feet. Each cubic foot of water contains 7.48 gallons of water.
Last edited:
- May 7, 2014
- 429
- Pool Size
- 29980
- Surface
- Vinyl
- Chlorine
- Salt Water Generator
- SWG Type
- Hayward Aqua Rite (T-15)
You need to specify the length of the slope, or the length of the deep end to do it correctly, and I don't know about stairs. Assuming the deep end is 14 and the slop is 10....
Shallow end (squared off)
(37-24) x 27 x 4 = 1,404
Shallow end (Inset)
(13-3-3) x 3 x 4 = 84
Slope (assumed 10')
((4+10) / 2) x 10 x 19 = 1,330
Deep end (assumed 14')
14 x 19 x 10 = 2,660
1,404 + 84 + 1,330 + 2,660 = 5,478 cu. ft.
5,478 x 7.48 = 40,975 gallons
That is making some assumptions obviously.
Shallow end (squared off)
(37-24) x 27 x 4 = 1,404
Shallow end (Inset)
(13-3-3) x 3 x 4 = 84
Slope (assumed 10')
((4+10) / 2) x 10 x 19 = 1,330
Deep end (assumed 14')
14 x 19 x 10 = 2,660
1,404 + 84 + 1,330 + 2,660 = 5,478 cu. ft.
5,478 x 7.48 = 40,975 gallons
That is making some assumptions obviously.
Plus subtract 6 inches from the whole thing to account for water height and not build height.
with the slope or deep end length we can get the rest.
with the slope or deep end length we can get the rest.
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